Question
Due to a 10 per cent fall in the price of a commodity, its quantity demanded rises from 400 units to 450 units. Calculate its price elasticity of demand.

Answer

$\text{e}_\text{D}=\frac{\%\ \text{change in quantity demanded}}{\%\ \text{change in price}}$

$=\frac{\frac{50}{400}\times100}{-10\%}=\frac{-12.5}{10}$

$=-1.25$

Need a full question paper?

Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.

Start Generating Free

Similar questions

Give the meaning of average propensity to save and average propensity to consume. Can the value of average propensity to save be negative? If yes, when?
Is loan granted by the Central Government to a State Government, a revenue expenditure or capital expenditure? Why?
Define macroeconomics.
Explain the meaning of ‘increase in supply’ and ‘increase in quantity supplied’ with the help of a schedule.
Calculate Gross National Product at Market Price and from the following data:
S.No.
Contents
₹ (in crore)
(i)
Corporation Tax
35
(ii)
Wages and Salaries
200
(iii)
National Debt Interest
25
(iv)
Operating Surplus
400
(v)
Net Current Transfers from Abroad
15
(vi)
Corporation Tax
(-)10
(vii)
Consumption of Fixed Capital
20
(viii)
Social Security Contribution by Employers
30
(ix)
Net Indirect Tax
40
(x)
Net Domestic Product at Factor Cost Accruing to Private Sector
500
Giving reason, classify the into intermediate or final goods.
Paper purchased by a publisher.
Giving reasons explain how should the following be treated in estimation of national income:
  1. Payment of corporate tax by a firm.
  2. Purchase of machinery by a factory for own use.
  3. Purchase of uniforms for nurses by a hospital.
A consumer buys 20 units of a good at ₹ 10 per unit. The price elasticity of demand of this good is (-)1. Calculate the quantity demanded by the consumer, when price falls to ₹ 8 per unit.
What is the slope of Production Possibility Curve? What does it show?
Goods X and Y are substitutes. Explain the effect of fall in price of Y on demand for X.